Sheaves, cosheaves and applications, J. M. Curry
Chapter 1: Introduction to category theory (N. Otter)
0
L4 4-5.30
Chapter 2: Introduction to sheaf theory (U. Tillmann)
Chapter 4: Cellular sheaves and cosheaves (N. Otter)
1
L3 10-11.30
Chapter 4: Cellular sheaves and cosheaves (N. Otter)
Chapter 6: Homology and cohomology (U. Tillmann)
2
L5 10-11.30
Chapter 8: Topological Data Analysis (B. Stolz)
3
L6 10-11.30
Chapter 9: Network coding (G. Gardam)
4
L3 10-11.30
Chapter 10: Sheaves and cosheaves in sensor networks (S. Gritschacher)
5
L6 10-11.30
Chapter 15: A metric on the category of sheaves (N. Otter)
6
L6 10-11.30
Discrete Morse theory for computing cellular sheaf cohomology (E. Price-Wright)
7
L6 10-11.30
Dynamic Networks and Persistent Homology (E. Price-Wright) Geometric Applications of Persistent Homology (T. Durrant)
8
L6 10-12
Spectral sequences, exact couples, and persistent homology of filtrations (G. Gardam)
Derived approach to cellular sheaf cohomology (Chp.7 of Curry's thesis) (N.Otter)
Chapter 1: Introduction to category theory (N. Otter)
Chapter 4: Cellular sheaves and cosheaves (N. Otter)
Chapter 6: Homology and cohomology (U. Tillmann)
Geometric Applications of Persistent Homology (T. Durrant)
Derived approach to cellular sheaf cohomology (Chp.7 of Curry's thesis) (N.Otter)